ABSTRACT

The boundary-element method is a powerful numerical technique for solving partial differential equations encountered in applied mathematics, science, and engineering. The strength of the method derives from its ability to solve with notable efficiency problems in domains with complex and possibly evolving geometry where traditional methods can be d

chapter 1|8 pages

Laplace’s equation in one dimension

chapter 2|44 pages

Laplace’s equation in two dimensions

chapter 4|20 pages

Laplace’s equation in three dimensions

chapter 7|30 pages

Viscous flow

chapter 8|6 pages

BEMLIB user guide

chapter 9|10 pages

Directory: grids

chapter 10|88 pages

Directory: laplace

chapter 11|6 pages

Directory: helmholtz

chapter 12|96 pages

Directory: stokes